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One‑dimensional finite element analysis of thin‑walled box‑girder bridge

机译:薄壁箱梁桥的一维有限元分析

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Presented herein is a finite element approach for the static analysis of thin-walled box-girder bridge subjected to Indian railway loading using a three-noded one-dimensional beam element. The one-dimensional model is favoured over the three-dimensional model due to its simplicity and cost-effectiveness during the initial design and analysis phase of the box-girder bridge. The complex structural actions of thin-walled box-girders such as torsional warping and cross-sectional distortion are taken into consideration in addition to extension, bending and torsion. Keeping in mind these complex actions, the beam element incorporates three extra degrees of freedom in addition to the familiar six degrees of freedom per node. MATLAB coding is done to obtain various response parameters for single as well as double cell box girders. Furthermore, the variation of different response parameters due to changes in radius, span length, load position, varying cross-section and various combinations of Indian rail loads has also been studied. The finite element approach used in this study is validated by solving two numerical examples which are in excellent agreement with the results of previous studies.
机译:本文呈现的是用于使用三点一尺寸的一维梁元件对印度铁路载荷进行薄壁箱梁桥的静态分析的有限元方法。由于其在箱梁梁桥的初始设计和分析阶段期间的简单性和成本效益,一维模型对三维模型有利。除了延伸,弯曲和扭转之外,还考虑了薄壁箱梁的复杂结构动作,例如扭转翘曲和横截面失真。牢记这些复杂的动作,除了每个节点熟悉的六个自由度之外,光束元件还包含三个额外的自由度。采用MATLAB编码以获得单一的各种响应参数以及双电池盒梁梁。此外,还研究了由于半径,跨度长度,负载位置,变化横截面的变化而导致的不同响应参数的变化,以及印度铁路载荷的各种组合。通过求解两个数字实施例,验证了本研究中使用的有限元方法,这些方法与先前研究结果非常一致。

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